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напряжения Энерготех — Видео | ВКонтакте. Стабилизаторы Напряжения Энерготех. Оптима+ 12 КВт. 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онлайн Видео от Стабилизаторы Энерготех 6 мин 10 с. Видео от 27 февраля 2019 в хорошем качестве, без регистрации в бесплатном видеокаталоге ВКонтакте! 299 — 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Доставка по Украине. Официальная 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онлайн «stab3» от автора Стабилизаторы Энерготех. Хорошее качество видео без регистрации в бесплатном видеокаталоге 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Актуальные ЦЕНЫ 🔥🔥🔥 👇👇👇👇👇👇👇👇👇👇👇👇👇👇👇👇👇👇👇👇👇 00:00 🏆 ТОП хороших регуляторов напряжения по соотношению цена-качество в 2024 году 00:13 Штиль ИнСтаб Is12000 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о модели. Подробнее о данной модели на сайте www.suntek.su...","preview":{"posterSrc":"data:image/png;base64,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онлайн Автоматические Стабилизаторы Напряжения 1 мин 32 с. 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работы стабилизатор напряжения Suntek 20000 ВА. Стабилизатор напряжения релейного типа. Морозостойкий!","preview":{"posterSrc":"data:image/png;base64,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Количество...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"42","reqid":"1765988803503953-12499863786362278363-balancer-l7leveler-kubr-yp-sas-93-BAL","isAdultDoc":false,"relatedParams":{"text":"Стабилизатор 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Лучший стабилизатор для компьютера, телевизора. Можно подключать американскую и японскую технику.","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAABgADBAUIAgcB/8QAPxAAAgECBAUBBAcFBgcAAAAAAQIDBBEABRIhBgcTMUFRIjJhcQgUI0KRscEzQ4Gh0RUXUnOz8BYkJVNyg7L/xAAaAQADAAMBAAAAAAAAAAAAAAAEBQYBAwcC/8QAMhEAAQMDAQUECgMBAAAAAAAAAQACAwQRIQUSMUFRsRMiYXEUMjM0YnKBkcHwQqHRUv/aAAwDAQACEQMRAD8Azh9HtY25uZMszBUbrAm9rfYv5xrKt4fNRlzpK6vo9qNgN/x+6e/fY+tr2yd9HlEfm7kqyMFX7a5IuP2L42HR1j00ZiiKMrAgHuQD4GKbRTIIHFnP/Errq9kDxFIwEHIKEaCrr8lrhGxDRm4vawkW9ux7EEWI7g3GL9EbNUV5mIhvup8fHFvQcPUcgaqqj1S+4W1go8W/3+OGsyy3M6GtQUdOJ4iNx1UB0gXIKk3BANz8DhrLJEDcmxSE0YldtxtyF2+WZemWGZ4bmmYahqt7J2/O2PpijejgqKYKAbrbv22/TBHkOQQVCVdNJVwPeLozL1RdNaXW57XA9PTDPCeRS02VVENcYPsZWIYzJYbEN52sVP8APAHpUdyLiwRQpZHw7eyb8kK5osr55BRBfaIRbAeuLDMKKqjpvsoDMpYlzF7YUjYISL2Pm2Lp8nk/41FVIYFgjkBXVMgJ0qDYC/pv8t8V9Fw5NBXlafNcxpwjNUCpNbH01MgUJqQ7OBYWuQCTt4xuNS2MN7Oxxc5VBDTNaxgIvYXKZyDJK+obqVFHOsYbYNGRqP8ATBQlG1JptCzO5GlLWLH037n4DFJW8MVdLCKaLM80qpGiFOrtJHEkSiXWCV93fUBa2/skWPexi4Wjatirp87qJZ46szJGayN7FbM6nyTsLn3tPsnbAU9UX5IH3XiWkZI0m1r9FJmXNMxIE8M0VPHtpEZIHwA+82K7M6n6tEY0QxC1gGN3Pz9PkMRq/hh/7L+rrnlbLH0Y0cmaJg0a7k38bWIvcKSTuTiemTV1XUGapjjXUezSBid7dr77+vnG+nnZ/KwA8ULTaXFC7b48zvQwYqmulLCM6Le8f644ly+OJCTZj8O2C+SGmhRJXnjmTcLokVhcEg203GxFsVOY1FEyOoineQ9re0B/AD9cMo6lz/VGEBqVfS0lxtXdyH7/AIsRfSDXTzczoDwYf9FMLDn0i7f3xZ5ZWXeHZhY/sUwsRdb7zJ5nqnVC/tKaN/NoP9Jv6PkTzc28mjQEs3WsB/kvjXdPl1YumNJLAn3W2/mMZC5ATSwc2cmlgXVIpmsLX/cvja/C2dVZJ62XvpHqD+oxQaKZG0jnNF8/gILUaCOoeJHXwFw81fRwqkscoQ927j8e2CnLuHjm2WdWpgqOlVCaZHWpKMnXAEmne63sDbcbm3e2HaHOKGapKNA0LEWayixHxHnBVklSggWKy6CNlAsB8h4wFqtU9gbdtiiqSnLY7E4QbTcussSQpNl6yRK8bxsKpxoZAQpAv6sSb333xM/u/wAmaR5ugyTmOWNZRUuWCyIVfvtchjc284N2iF/Za4PbHPTOEprJSUWIW2QbFwHlax1Ak1u07XcvPI5H2TRAKSbgBHa3pt6Yi1HLfLJxPHJWVTwzIisjzP2ULq7EX1MoZr3v4tbB30zhaDjHpk17grYGtHBef8R8KUKieuraGrqpZwizS0k7gyhStlYA2C+yO/xxCi4Wpqh1qa6neijtJ/yq1LNr1hRqYd7gLt43vbHpqo4N1vf4DELNMqNVSSJTv9TnbtKkYIv8R5wZDXtI2ZB9c9F7Ow4ZaL815lXcM8MwhyuXTamplpdZq3B6SkFV3J7FQdx3G98RI8uyWfMBMMtp43+sLUaxM9hIpNm0g22ubAi1rbbYm8U5DmeVxrNmeZSSxu9leFBpPm1u4OBIzSQsTTtUyH4gD9cU1LRwzM2mm/jlINQfLHfYICPP7I4Zy3L4aagpw6xXKh5GZVLG5Ntz3udzigzyqpoY9CyLH3uFIXAlmOZ1yxsrPMT/AOY239BgeqKysuSIna/kuThvSaU5oy66lagyS3Li2/gs98/nSTmznLxsGUmGxBv+6TCxC5xu8nMbNHkQox6Vwf8ALXCxAag3Zq5R8R6lXNALUsY+EdFZfR2eOPnBkjzEhB1r+0F/cv5ONtZLn2UwJpMiMfTrMx/kuMPcg0jfmvk6zMqoTNct2/ZPjY+URZfRoJKiNI0PumYaNXyXdm/AYoNEijfRu2r+tw8gm9LTGUEnciiPPaWWoJhhFr97H9Ti8ybMIqoN0ZNMibst+3oflgQSSGpnVwpSDuPYtf5D+pxa1kq0zQz5bCOtHYMg3Lp5B9MaNXo2yxWYMhHT0uxGLL0jJZWlik12JUjHhfM7n7xLw5zDzvhPI+C8qrkyqRYzVVWYOhkJhWW+kDbZrd/Hxx7PwhOlRSySxklXCkX7+dj8cZ25s8neY+f85uJ+IcjSCnynMBA0c3Wi1SFYow1wxutmQ+L3AOJ2gMAePSQS3w3pLKHZ2N6lcEc/uYGb8yuHuHs44f4coqDNqp4GanEzSi0Za4LNbvbx640RT1xlqTGrVBMcqJJqVABcXsw7qbEEX9RjLPA3KbiHK+Y/D3FGacQ0clNl1UaqSNzqdwyuG0hIwATde59fTfQlLnMEeYTVAUyiWRJHEVMoICi1g1wSPO97X29MZqzC6UmAEN8f0rEe1s9/en60cd1Eki5dPl1JabZqyFWRo7ye7oJP/a3YDsfjgbln42Z3Sp4lrlkWYWFJw/ojCalJBL7nYOAwI99dr9ypuLY1F1yutFv8dl/j5vito34MqBPT1VblQqWB6tMM2WZlXUDuFII3Hpt2wOByXtU/Fi144Cylcxmq66rSd1lnqoEilkI1DWUQlVvtsD28DtgMRpY0DRUbyXG9o22/A4NuPs0ylMooqHI6qmYRTMTDCbhQQT+Z/ngBrs4NOWVqWUP4aNh+Xr/HFxokbxStaW8T4cVOam0OlJa4XSmr4QSJKFUbySzgflitqK6nYXWONf8A2n9VxynEUSyMrTEMeySEqfwIP54jDOaapl0feI/wgg/hikZARwP3UjUtnySLrL/PV+pzSzdvZ36PY3H7JMLHzno0b80c3eF1ZD0SCvb9kmFjmeoe9y/MepXQ9O90i+UdAuuQrSrzVycwy9J7zWe/b7J8a/yPKUUipnZiSNRkm3dviAew+LYx7yMqkouaGU1LkAJ1Te1/3T41vln/AFWD61X1MtNl+r3NPtzkeL/7Aw70aVzKV2bC/wCBhUemTBlwBclE0Fq8OMvkQJGQrTuToBN/ZU9ydvA+W2+CXI8uFHGepPTl7gFjJ97Rr/8Anf5YBszzWKfKHyqCAiGTS0VPDp3Vb3J1A3G/vdyRcEWw1TNUyTwLIakRsgMyGt1KrdA04k1FdRfp799Jb2rY1VlRVklsbO7/AGmcr4XtLZJLHyv5Z+69GjrnyyOpqKXO8so4pTHpWX7QDULq23YsDf4/PEAS8Zy5lUs/G8KIrW6CU8KLHcgDfp3v7Q7t5wKUtHBl2VVsdPTGOOWWlqVjFRe00DAoBddlNtRHqTa2FWUEVTLmUskLNHnBDzgzIpDakcqG0a9F0Atq7E+cJuwqHd7swljodNLyO1cBzt5cOfrceG/KJKXL8yzaikzKr4yaWJJCjVCOLXDaNiFud9hbvbbD9Hw3TyJNT5nxFUsYkEjMamTdDazH0O427m42xU5PJRPwrW5JCFSNZU6OrRIVUMSsftqQUX3RcEgW32xXVOVyJDT1K3IjhSldkqRrQoI9DFtF5D9kh9u4Bvtvtl1NUg7IZlDAab3nPlIAJtg7uBON/wC+fzO+XWUIiZzQ5tBPQTdnmmJRu/Y7n7rbdxY4n5Fw5HQKJaTLBIHAYSxqp1A9iCPeB8HzjqryZpOEKegrCswWr+tRRGUhSSJAwkIAvcyMxAsL2HbFVndFH9XqIqeJuk84qAIZhH1D0hEUIAsECgWHgm4OCYBVW9mChxqOjxnYdORk723xfG7NyMlFq5fUVcTU89A0JiUsk+kKV7nSfW+/xHyxW5hk2avGY0gapSwsWCkEfA2BHcYGJ5Y5Kp636pUdZnZywrACCzSMRfTe32pHyVcV0udPSzHq09dJCVQdM1qlBpMJP3LnV0Fvf/E1u+GkD9SB7sIP1SSu0zRNRcJG1ZafBp6KxzHKqqnlMM1LUR9RdOjpiRSBv3AuPB74oZqQy1L1Cy62J1ERgJc/LT+WJWVZqID08vikpI20mQ9cFnZV0g7Adx3xJkiinQnqsDbyxxS0Uk5jBnbsu5b1FarTihqDHTSF7BaziLXxnHgbhZI56Qywc0c3jmYs94mJKgXvEp7D54WHvpARmHmznMbMWI6G5N/3KYWOfV5vVSH4j1KvdNcXUkRP/I6BROSkSTczMpjkF1LSEj5RscaakrqiWVldhojjk0oNlAUGy/Lbf1wsLDPSvZHzPQKgoMMeUzwpUzV0yT1TdSSRgWa3xtYegAwRUc8kmf00BNkkb2gNr7n+gGFhYa1uCbIdpva6kZvm1bAY1R0IeQkhlB9P64ar6+pcoxexBIFthhYWMwZibfxQLwBIfovuQO4jrXEj3Av39Dgwy4dbK5xJuHDX/gLjCwsap/WSzUCezKooszrGrXpWlLRKxUA+BbHylmkadQTswF/xOFhY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В этом рейтинге 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